Estimating Square Roots

Now we end up with something like 4.2. be 0.2, 0.3 or 0.4.

**First we have to find the perfect squares that tells us where the square root lies between.**

-So what would be a perfect square that is before 18 and after 18?

-16 (4x4) and 25 (5x5)

Now we have to find where 18 would fit on this number line.

Now we have to find where 18 would fit on this number line.

**To find that we would have to find the midpoint in between so we put a line through the middle. We then decide if 18 is closer to 16 or 25.**

**- You would then put 18 on the left side of the red line through the middle.**

Now you have to estimate the number that has to be squared to get the square root of 18.

To find the whole number, you should

look at smaller square root that the number is in between, and that should be the whole number. - The square root before 18 is 16.

To find the decimal is where estimating is used. This is also where the line through the middle is used. -Now we know that it is less than the

midpoint, for sure the decimal has to

Now we end up with something like 4.2. be 0.2, 0.3 or 0.4.

There are 2 ways: the first one is making a whole number with a decimal and the second one is making the square root a mixed fraction.

Making a whole number with a decimal is good but still isn't the best.

You would take the perfect square and use

that to find the square root easier. You know that 28 is less than 36 but more than 25 so the whole number has to be 5. You also know that 28 is much closer to 25 than 36 so the decimal can be 0.2, 0.3, 0.4.

The second way is finding the square root as a mixed number.

1st step- Finding the whole number.

You know that 28 is less than 30 so the square root must be less than 6. So it

is 5.

You have to count the how much it takes to get from the smaller perfect square to 28.

S0 28 is 3 after 25.

3rd step- Finding the denominator of the fraction

You have to subtract the bigger square root from the smaller square root.

Bigger square root- Smaller square root= Denominator

36-25= 11

You have to subtract the bigger square root from the smaller square root.

Bigger square root- Smaller square root= Denominator

36-25= 11

This is the best way to find the square root of a non-perfect square root more accurately.

Here's a video that talks about estimating square roots.

http://www.quia.com/ba/79697.html

I hope this scribe post helps!!!

Please comment especially if I forgot something or if said something that is incorrect.

Please comment especially if I forgot something or if said something that is incorrect.

hi jenifer great blogpost I like that you used the textbook text, I also like that you used diffrent colour to show the explanation how to get the answer and the answer and the video is helping me. The game is fun and hard tom that should improve my skill. Good job.

ReplyDeleteGreat job Jennifer I like that you made your own pictures and that you used different colour for your text and the video was great and so was the game.

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ReplyDeleteGood job JEnifer i like your scribepost cause it really stands out the way you made your answer in diffrent colour and i like how you made your answers so clear and very neat and easy to understand i also like the link it really helped me a lot and your video is very good too ..anyways good job on your scribe post and keep it up Jenifer :D

ReplyDeleteHey Jennifer, great job! I liked how instead of typing down the questions using your keyboard, you print screened and took the actual picture of the questions on the textbook website. It was very smart and clever of you to do that! I also liked that you used different colours in the text (which is usually what I ALWAYS look for in everyone's blogpost) mainly because it shows that you wanted to make it stand out and help us notice the important details and main ideas of the text you provided. I love how your answers are in full detail and answered precisely and accurately. You divided your answers in steps to help us understand the problem more! You can really tell that you put in a lot of effort when I saw that you bolded out important information. Your video was very well looked through and it was not to hard to understand, and not to easy for our level. Although, when i tried clicking your link it said "Error on Page". But other than that, your blog post was perfect! Keep up the good work Jennifer! (=

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